(mathematical analysis) The property of a topological space that every sequence has a convergent subsequence.

(mathematical analysis) The property of a function f between metric spaces, that given a convergent sequence x_n→x^*, then f(x_n)→f(x^*), i.e. the property of a function that it preserves sequential convergence.

(law, uncommon) Abbreviation of et sequentia; (of sequential things, such as pages and lists) and those which follow.

The state or condition of being sequacious.

(biochemistry) a sequence of amino acids predicted from a sequence of nucleotides using information about codons used in a particular organism

(number theory, algebra) Any sequence of integers {aₙ}, indexed by the natural numbers, such that if n is divisible by m then aₙ is divisible by aₘ.

(informal, derogatory) The tendency of a well-received work to spawn many inferior sequels.

An exact sequence with countably infinitely many terms.

(electrical engineering) A form of digital circuit logic where the current outputs depend not only on the current inputs, but also on a memory of past inputs and states.

plural of spiritual sequel